@keyframes rwdcur82520 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur82520 1s linear infinite forwards;
}
